Showing results 561 to 580 of 2151
Convergence of Hermite and Hermite-Fejer interpolation of higher order for Freud weights Damelin, SB; Jung, HS; Kwon, Kil Hyun, JOURNAL OF APPROXIMATION THEORY, v.113, no.1, pp.21 - 58, 2001-11 |
Convergence of multigrid methods for nonconforming finite elements without regularity assumptions Chen, ZX; Kwak, Do Young, COMPUTATIONAL APPLIED MATHEMATICS, v.17, no.3, pp.283 - 302, 1998 |
Convergence to alpha-stable Levy motion for chaotic billiards with several cusps at flat points Jung, Paul Heajoon; Pene, Francoise; Zhang, Hong-Kun, NONLINEARITY, v.33, no.2, pp.807 - 839, 2020-02 |
Converse Marcinkiewicz-Zygmund inequalities on the real line with applications to mean convergence of lagrange interpolation S. B. Damelin; H. S. Jung; Kwon, Kil Hyun, ANALYSIS, v.22, no.0, pp.33 - 55, 2002-10 |
Convex and Concave Decompositions of Affine 3-Manifolds Choi, Suhyoung, BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY, v.51, no.1, pp.243 - 291, 2020-03 |
Convex clustering analysis for histogram-valued data Park, Cheolwoo; Choi, Hosik; Delcher, Chris; Wang, Yanning; Yoon, Young Joo, BIOMETRICS, v.75, no.2, pp.603 - 612, 2019-06 |
CONVEX DECOMPOSITIONS OF REAL PROJECTIVE SURFACES .1. PI-ANNULI AND CONVEXITY Choi, Suhyoung, JOURNAL OF DIFFERENTIAL GEOMETRY, v.40, no.1, pp.165 - 208, 1994-07 |
CONVEX DECOMPOSITIONS OF REAL PROJECTIVE SURFACES .2. ADMISSIBLE DECOMPOSITIONS Choi, Suhyoung, JOURNAL OF DIFFERENTIAL GEOMETRY, v.40, no.2, pp.239 - 283, 1994-09 |
Convex decompositions of real projective surfaces. III: for closed or nonorientable surfaces Choi, Suhyoung, JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY, v.33, no.4, pp.1139 - 1171, 1996-04 |
CONVEX PROJECTIVE GENERALIZED DEHN FILLING Choi, Suhyoung; Lee, Gye-Seon; Marquis, Ludovic, ANNALES SCIENTIFIQUES DE L ECOLE NORMALE SUPERIEURE, v.53, no.1, pp.217 - 266, 2020-02 |
CONVEX REAL PROJECTIVE-STRUCTURES ON CLOSED SURFACES ARE CLOSED Choi, Suhyoung; Goldman, WM, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, v.118, no.2, pp.657 - 661, 1993-06 |
Convexity in topological affine planes Dhandapani, R; Goodman, JE; Holmsen, Andreas F; Pollack, R; Smorodinsky, S, DISCRETE COMPUTATIONAL GEOMETRY, v.38, no.2, pp.243 - 257, 2007-09 |
CoReHA 2.0: A Software Package for In Vivo MREIT Experiments Jeon, Kiwan; Lee, Chang-Ock, COMPUTATIONAL AND MATHEMATICAL METHODS IN MEDICINE, 2013 |
CoReHA: conductivity reconstructor using harmonic algorithms for magnetic resonance electrical impedance tomography (MREIT) Jeon Ki wan; Lee Chang-Ock; Kim Hyung Joong; Woo Eung Je; Seo Jin Keun, 의공학회지, v.30, no.4, pp.279 - 287, 2009-09 |
CORRECTING DATA CORRUPTION ERRORS FOR MULTIVARIATE FUNCTION APPROXIMATION Shin, Yeonjong; Xiu, Dongbin, SIAM JOURNAL ON SCIENTIFIC COMPUTING, v.38, no.4, pp.A2492 - A2511, 2016 |
Correlation estimation with singly truncated bivariate data Im, Jongho; Ahn, Eunyong; Beck, Namseon; Kim, Jae Kwang; Park, Taesung, STATISTICS IN MEDICINE, v.36, no.12, pp.1977 - 1988, 2017-05 |
CORRIGENDUM TO "A DUAL ITERATIVE SUBSTRUCTURING METHOD WITH A SMALL PENALTY PARAMETER", [J. KOREAN MATH. SOC. 54 (2017), NO. 2, 461{477] Lee, Chang-Ock; Park, Eun-Hee; Park, Jongho, JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY, v.58, no.3, pp.791 - 797, 2021-05 |
Covolume method for new nonconforming rectangle element for the Stokes problem Kang, KS; Kwak, Do Young, COMPUTERS MATHEMATICS WITH APPLICATIONS, v.43, no.8-9, pp.1063 - 1078, 2002 |
COX RINGS OF RATIONAL SURFACES AND REDUNDANT BLOW-UPS Hwang, Dongseon; Park, Jinhyung, TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY, v.368, no.11, pp.7727 - 7743, 2016-11 |
CRANKS AND T-CORES GARVAN, F; Kim, Dongsu; STANTON, D, INVENTIONES MATHEMATICAE, v.101, no.1, pp.1 - 17, 1990 |
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